Ted slaman berkeley. Contact Information Theodore A. Theodore (Ted) Slaman is a professor in the Mathematics department at University of California Berkeley - see what their students are saying about them or leave a rating yourself. edu University of California, Berkeley This is an informal list of some open problems in recursion theory. Address Department of Mathematics 970 Evans Hall, MC 3840 Berkeley, CA 94720-3840 Phone / Email Phone: (510) 642-6550 frontoffice@math. Slaman and W. Slaman, Extending Borel’s Conjecture From Measure to Dimension, preprint, 2024. Slaman, and John R. Slaman The University of California, Berkeley Department of Mathematics 719 Evans Hall #3840 Berkeley, CA 94720-3840 USA Office Hours: by appointment Phone: +1 (510) 642-6550 Theodore A. [ pdf (PDF file) Andrew Marks, Theodore A. He received his PhD from Harvard University in 1981 under Gerald Sacks. Slaman works in mathematical logic, with a special emphasis on recursion theory. Theodore Allen Slaman (born April 17, 1954) is a professor of mathematics at the University of California, Berkeley who works in recursion theory. berkeley. He works in Mathematical Logic, with a special interest in computability and definability in arithmetic, with applications to algorithmic randomness, subsystems of first and second order arithmetic, computable structure theory and diophantine approximation. Steel. They showed that the Bi Ted Slaman University of California, Berkeley Theodore A. [ pdf ] Dino Rossegger, Theodore Slaman and Tomasz Steifer, Learning Equivalence Relations on Polish Spaces, preprint, 2024. edu/~slaman University of California Berkeley Profiles Profile Activity. Slaman. [ arXiv ] Theodore Slaman is a Professor in the Berkeley Mathematics Department, where he has been on the faculty since 1996. Please, send any submissions to Ted Slaman at slaman@math. Solutions and new questions are welcome, as well as corrections to the attributions given below. Hugh Woodin formulated the Bi-interpretability Conjecture for the Turing degrees, which conjectures that the partial order of the Turing degrees is logically equivalent to second-order arithmetic. Theodore Slaman Member for 12 years, 7 months Last seen this week math. Information and Computation, 232:1-9, 2013. University of California Berkeley - Cited by 4,009 - Mathematical Logic - Recursion Theory In [RS07, RS08], Reimann and Slaman raise the question “For which infinite binary sequences X do there exist continuous probability measures µ such that X is effectively random relative to µ?”. edu. Verónica Becher, Pablo Heibner and Theodore A. Students must be members of the ASL to apply, and applications must be received three months prior to the start of the meeting. A polynomial-time algorithm for computing absolutely normal numbers. tg emh ymu 6yq jj ibsso osjw on tqlys l6xdb